Question

1/√3-2 rationalise the denominator of the following

Answer 1

Step-by-step explanation:

1/√3-2

1 x √3+2

1 x √3+2= ----- -----

1 x √3+2= ----- ----- √3-2 √3+2

1 x √3+2= ----- ----- √3-2 √3+2 √3+2

1 x √3+2= ----- ----- √3-2 √3+2 √3+2= -------------------

1 x √3+2= ----- ----- √3-2 √3+2 √3+2= ------------------- (√3)²-(2)²

1 x √3+2= ----- ----- √3-2 √3+2 √3+2= ------------------- (√3)²-(2)²

1 x √3+2= ----- ----- √3-2 √3+2 √3+2= ------------------- (√3)²-(2)² √3+2

1 x √3+2= ----- ----- √3-2 √3+2 √3+2= ------------------- (√3)²-(2)² √3+2= -----------------

1 x √3+2= ----- ----- √3-2 √3+2 √3+2= ------------------- (√3)²-(2)² √3+2= ----------------- 3-4

1 x √3+2= ----- ----- √3-2 √3+2 √3+2= ------------------- (√3)²-(2)² √3+2= ----------------- 3-4 √3+2

1 x √3+2= ----- ----- √3-2 √3+2 √3+2= ------------------- (√3)²-(2)² √3+2= ----------------- 3-4 √3+2= -------------

1 x √3+2= ----- ----- √3-2 √3+2 √3+2= ------------------- (√3)²-(2)² √3+2= ----------------- 3-4 √3+2= ------------- -1

1 x √3+2= ----- ----- √3-2 √3+2 √3+2= ------------------- (√3)²-(2)² √3+2= ----------------- 3-4 √3+2= ------------- -1 = 2-√3 Ans......

hope it helps thanx